dSDPM_grid {ream} | R Documentation |
Generate Grid for PDF of the Sequential Dual Process Model
Description
Generate a grid of response-time values and the corresponding PDF values.
For more details on the model see, for example, dSDPM
.
Usage
dSDPM_grid(rt_max = 10, phi, x_res = "default", t_res = "default")
Arguments
rt_max |
maximal response time <- max(rt)
|
phi |
parameter vector in the following order:
Non-decision time (t_{nd} ). Time for non-decision processes such as stimulus
encoding and response execution. Total decision time t is the sum of the decision
and non-decision times.
Relative start (w ). Sets the start point of accumulation as a ratio of
the two decision thresholds. Related to the absolute start z point via equation
z = b_l + w*(b_u - b_l) .
Relative start of the target selection process (w_{ts} ). Sets the start point
of accumulation for the target selection process as a ratio of the two decision
thresholds. Related to the absolute start z_{ts} point via equation
z_{ts} = b_{lts} + w_ts*(b_{uts} – b_{lts}) .
Stimulus strength (\mu ).
Stimulus strength of process 2 (\mu_2 ).
Noise scale (\sigma ). Model scaling parameter.
Effective noise scale of continuous approximation (\sigma_{eff} ). See ream
publication for full description.
Decision thresholds (b ). Sets the location of each decision threshold. The
upper threshold b_u is above 0 and the lower threshold b_l is below 0 such that
b_u = -b_l = b . The threshold separation a = 2b .
Target selection decision thresholds (b_{ts} ). Sets the location of each decision
threshold for the target selection process. The upper threshold b_{uts} is above 0
and the lower threshold b_{lts} is below 0 such that b_{uts} = -b_{lts} = b_{ts} . The
threshold separation a_{ts} = 2b_{ts} .
Contamination (g ). Sets the strength of the contamination process. Contamination
process is a uniform distribution f_c(t) where f_c(t) = 1/(g_u-g_l)
if g_l <= t <= g_u and f_c(t) = 0 if t < g_l or t > g_u . It is
combined with PDF f_i(t) to give the final combined distribution
f_{i,c}(t) = g*f_c(t) + (1-g)*f_i(t) , which is then output by the program.
If g = 0 , it just outputs f_i(t) .
Lower bound of contamination distribution (g_l ). See parameter g .
Upper bound of contamination distribution (g_u ). See parameter g .
|
x_res |
spatial/evidence resolution
|
t_res |
time resolution
|
Value
list of RTs and corresponding defective PDFs at lower and upper threshold
Author(s)
Raphael Hartmann & Matthew Murrow
References
Hübner, R., Steinhauser, M., & Lehle, C. (2010). A dual-stage two-phase model of
selective attention. Psychological Review, 117(3), 759-784.
[Package
ream version 1.0-4
Index]